We have observed transitions from quasiperiodic regime to chaos in the periodically forced Brusselator.

我们在周期外力作用下的布鲁塞尔振子中发现了从准周期行为到混沌态的过渡。

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In this paper, spherically symmetric structures of the Brusselator are calculated in detail by using the bifurcation theory.

本文利用分支点理论详细地计算了布鲁塞尔子的球对称解。

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New spatiotemporal patterns including oscillating square pattern, modulated stripe pattern and spiral pattern have been found in a three-variable Brusselator model.

利用扩展的三变量布鲁塞尔模型，得到了新的时空斑图，其中包括振荡四边形斑图、调制条纹斑图以及螺旋波斑图。

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